# stokes law

This calculator Is really nice calculator that will help you to solve lot of your problem and it will do it really quick.

#### Input data

$$Acceleration\ of\ gravity (g)=9.80665 \ kg/m^2$$ $$Medium\ viscosity (μ) = 0.3\ m/s$$ $$Medium\ density (ρ_m)= 0.82$$ $$Particle\ density (ρ_p)= 1\ m^2$$ $$Particle\ diameter (d)=$$

#### Solution :

$$Terminal\ velocity (v) = 33.94$$

#### Formula

$$v = gd²(ρ_p - ρ_m)/(18μ)$$ where:
v is the terminal velocity of a spherical particle;
g is the gravitational acceleration - for Earth, equal to 9.80665 m/s²;
d is the particle diameter;
ρp is the density of the particle;
ρm is the density of the fluid; and
μ is the dynamic viscosity of the fluid

## How to use this Stokes law calculator?

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## What is Stokes Law?

The thickness of a liquid (gas or fluid) makes its protection from shearing stresses. For example, nectar, which is "thicker" than water, has a lot higher thickness as is more impervious to shear stresses. The units of thickness are pascal times second (Pa·s).

On the off chance that you need to imagine what thickness means for a fluid, think about a surge of water and nectar streaming down the incline. Water has low consistency, so it will move quicker. The nectar, then again, will stream gradually absolutely as a result of its thickness.

### How to use this Stokes law calculator?

Stokes law calculator is a free calculator and this is also so simple to use tool. You just have to follow very simple steps and that's all you have to do to use this tool.

Now as you can see in this tool you have the tool where you have text box and other example  too that will be help you to understand your problem and how you can solve them and what is the formula of the stokes law.

So enter you equation value in the text box. And cross check your value so that you get the right answer even though You have the option to edit the value.

Now you just have to click on the calculate button so that you get the answer.

Tips: you can also bookmark this tool for future uses.

### Q. What Is Stokes Law?

A. The Thickness Of A Liquid (gas Or Fluid) Makes Its Protection From Shearing Stresses. For Example, Nectar, Which Is "thicker" Than Water, Has A Lot Higher Thickness As Is More Impervious To Shear Stresses.